Cara Perhitungan dan contoh Kasus Metode SAW (Simple Additive Weighting) - Tutorial Teknologi Kuliah

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Thursday, 2 June 2016

Cara Perhitungan dan contoh Kasus Metode SAW (Simple Additive Weighting)

Cara Perhitungan dan contoh kasus Metode Simple Additive Weighting (SAW)

Metode SAW sering dikenal dengan istilah metode penjumlahan terbobot. Konsep dasar metode SAW (Simple Additive Weighting) adalah mencari penjumlahan terbobot dari rating kinerja pada setiap alternatif pada semua atribut. Metode SAW dapat membantu dalam pengambilan keputusan suatu kasus, akan tetapi perhitungan dengan menggunakan metode SAW ini hanya yang menghasilkan nilai terbesar yang akan terpilih sebagai alternatif yang terbaik. Perhitungan akan sesuai dengan metode ini apabila alternatif yang terpilih memenuhi kriteria yang telah ditentukan. Metode SAW ini lebih efisien karena waktu yang dibutuhkan dalam perhitungan lebih singkat. Metode SAW membutuhkan proses normalisasi matriks keputusan (X) ke suatu skala yang dapat diperbandingkan dengan semua rating alternatif yang ada.

Picture1

Keterangan :

Picture+b = nilai rating kinerja ternormalisasi
Picture2 = nilai atribut yang dimiliki dari setiap kriteria
Picture3 = nilai terbesar dari setiap kriteria
Picture4 = nilai terkecil dari setiap kriteria

benefit = jika nilai terbesar adalah terbaik
cost         = jika nilai terkecil adalah terbaik

dimana rij adalah rating kinerja ternormalisasi dari alternatif Ai pada atribut Cj; i=1,2,...,m dan j=1,2,...,n. Nilai preferensi untuk setiap alternatif (Vi) diberikan sebagai:

Pictumm

Keterangan :
Vi   = rangking untuk setiap alternatif


wj   = nilai bobot dari setiap kriteria


rij   = nilai rating kinerja ternormalisasi

Nilai Vi yang lebih besar mengindikasikan bahwa alternatif Ai lebih terpilih.

Contoh:

- Sebuah perusahaan makanan ringan XYZ akan menginvestasikan sisa usahanya dalam satu tahun.
- Beberapa alternatif investasi telah akan diidentifikasi. Pemilihan alternatif terbaik ditujukan selain untuk keperluan investasi, juga dalam rangka meningkatkan kinerja perusahaan ke depan.
- Beberapa kriteria digunakan sebagai bahan pertimbangan untuk mengambil keputusan,yaitu:

C1=Harga, yaitu seberapa besar harga barang tersebut.
C2 =Nilai investasi 10 tahun ke depan, yaitu seberapa besar nilai investasi barang dalam jangka waktu 10 tahun ke depan.
C3 =Dayadukung terhadap produktivitas perusahaan, yaitu seberapa besar peranan barang dalam mendukung naiknya tingkat produktivitas perusahaan. 
Daya dukung diberi nilai: 1= kurangmendukung, 2 = cukup mendukung; dan 3 =sangat mendukung.
C4 =Prioritas kebutuhan, merupakan tingkat kepentingan (ke-mendesak-an) barang untuk dimiliki perusahaan. 
Prioritas diberi nilai:1=sangat berprioritas, 2 =berprioritas; dan 3 = cukupberprioritas.
C5 =Ketersediaan atau kemudahan, merupakan ketersediaan barang di pasaran. 
Ketersediaan diberi nilai:1= sulit diperoleh, 2 = cukup mudahdiperoleh; dan 3 =sangat mudah diperoleh.

- Dari pertama dan keempat kriteria tersebut, kriteria pertama dan keempat merupakan kriteria biaya, sedangkan kriteria kedua, ketiga, dan kelima merupakan kriteria keuntungan.
- Pengambil keputusan memberikan bobotuntuk setiap kriteria sebagai berikut:
C1 = 25%; C2 =15%; C3 = 30%;Â  C4 = 25; dan C5 = 5%.

- Ada empat alternatif yang diberikan, yaitu:
A1= Membeli mobil box untuk distribusi barang ke gudang;
A2 = Membeli tanah untuk membangun gudang baru;
A3 = Maintenance sarana teknologi informasi;
A4 = Pengembangan produk baru.
  • Nilai setiap alternatif pada setiap kriteria adalah:
Pictumm

  • Normalisasi
Picture2

  • Normalisasi
Picture3

  • Normalisasi
Picture4


  • Normalisasi
Picture5
  • Normalisasi
Picture6

  • Hasil Normalisasi
Picture7


  • Proses perangkingan dengan menggunakan bobot yang telah diberikan oleh pengambil keputusan :
Picture1mjn
  • Hasil yang diperoleh adalah sebagai berikut
Picturejjj2
  • Nilai terbesar ada pada V3, sehingga alternatif A3 adalah alternatif yang terpilih sebagai alternatif terbaik. Dengan kata lain, maintenance sarana teknologi indormasi akan terpilih sebagai solusi untuk investasi sisa usaha.
Simple Additive Weighting (SAW), dengan Flow Chart perhitungan seperti di bawah ini

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Semoga Bermanfaat ^_^

Untuk Programnya klik link download


54 comments:

  1. blogger_logo_round_35

    gan knp kok saat normalisasi 1-5 min, max, max, min, max kok g min semua ato max semua ato itu default dari metode saw dan klo tabelnya 3 ato 4 ato di atas 5 gmn gan

    ReplyDelete
    Replies
    1. blogger_logo_round_35

      ada syarat husus sehingga kriteria tsb menjadi max atau min gan

      Delete
    2. blogger_logo_round_35
    3. blank

      Kalo dia cost dia pake yang nilai terkecil kalo benefit pake nilai yang terbesar

      Delete
  2. blogger_logo_round_35

    dan 1 lagi bisa kasih ane file excel g gan soalnya agak bingung

    ReplyDelete
    Replies
    1. blogger_logo_round_35

      karena rumusnya sudah seperti itu gan, maaf gak tidak punya bentuk excelnya, adanya langsung program

      Delete
  3. blogger_logo_round_35

    Terimakasih banyak Gan . Atas Share Ilmu ane doa'in agan dapat banyak pahala dan sukses hidupnya karena mau berbagi Ilmu. selalu sehat ya gan

    ReplyDelete
  4. blogger_logo_round_35
  5. blogger_logo_round_35

    r 11
    r 22
    Itu 11 dan 22 angka dari mana asalnya .

    ReplyDelete
    Replies
    1. blogger_logo_round_35

      itu berarti baris dan kolom
      misa baris 1 kolom ke 1
      baris ke 1 kolom ke 2

      Delete
  6. blogger_logo_round_35
  7. blogger_logo_round_35

    pw dan user salah udah di isi admin dan admin123

    ReplyDelete
  8. blogger_logo_round_35

    Klau bikin programnya gimana?

    ReplyDelete
    Replies
    1. blogger_logo_round_35

      pm aja mba klo mau tp ada biayanya, siap bantu

      Delete
    2. blogger_logo_round_35

      hubungi no saya gan 081939392044
      saya bantu sebisa saya

      Delete
  9. blogger_logo_round_35
  10. blogger_logo_round_35

    Thx gan ilmunya sangat bermafaat untuk saya, jadi punya pencerahan 😂 btw upload soal yg lain dong gan biar makin mantep 👍

    ReplyDelete
    Replies
    1. blogger_logo_round_35

      bisa menghubungi lewat email gan, soalnya saya jarang online
      ibnul94@gmail.com

      Delete
  11. blogger_logo_round_35

    Helpful banget niih gan,lengkap penjabarannya,ada flowchart nya,karena udah nge share yang helpful semoga aganmakin sukses dan sehat selalu

    ReplyDelete
  12. blogger_logo_round_35

    Terimakasih atas pencerahannya Bang Min :)...
    sangat membantu

    ReplyDelete
  13. Logo_answer_question__2

    mau tanya mas,
    total nilai bobotnya itu harus 100% kah?

    ReplyDelete
  14. IMG_20220514_172912_863

    mas mau tanya ini kan kalo sudah ngitung ke hasil normalisasi. nah mau rangkingnya pake metode ahp apa bsa ya?

    ReplyDelete
  15. blogger_logo_round_35
  16. blogger_logo_round_35
  17. blank

    Terima kasih gan, atas info penghitungan rumus SAW SPK.

    ReplyDelete
  18. blogger_logo_round_35

    Hallo kak,
    Aku mau nanya sebenarnya kalo pemilihan jurusan menggunakan metode saw itu lebih menggunakan kuesioner atau data matang ya?

    ReplyDelete
    Replies
    1. blogger_logo_round_35

      kusioner tidak apa2 gan, nanti bandingkan hasilnya sama yang data matang, rasionya berapa

      Delete
  19. blank

    Jika proses perangkingan terdapat 2 nilai yg sama besar... Itu bagaimana cara mengatasinya gan?

    ReplyDelete
    Replies
    1. blogger_logo_round_35

      disana pasti ada kriteria yang lebih prioritas gan,ambil yang bobot kriterianya lebih besar

      Delete
  20. blogger_logo_round_35

    Gan, itu menetuka bobotuntuk setiap kriteria, 25% sampe 5% dapet dari mana?

    ReplyDelete
    Replies
    1. blogger_logo_round_35

      tergantung kebutuhan gan, bisa 1 kriteria 30% dst

      Delete
  21. 6DD010B1-F041-41B1-A8CB-9F495E54D2C2

    gan itu aplikasi apa ya yang bisa di download ?

    ReplyDelete
  22. blogger_logo_round_35

    untuk yang wp soal yang sama ada gha brother

    ReplyDelete
  23. blogger_logo_round_35

    Kenapa import databasenya error mas ?

    ReplyDelete
  24. blogger_logo_round_35

    boleh kirimkan programnya min

    ReplyDelete
    Replies
    1. blank

      silahkan hubungi kamu di menu about

      Delete
  25. blank

    Terimakasih banyak min

    ReplyDelete
  26. blogger_logo_round_35

    Gan mau tanya, dapat nilai bobot untuk setiap kriterianya dari mana gan?

    ReplyDelete
  27. blogger_logo_round_35

    Min barangkali tahu untuk memasukan algoritma saw ini ke pemrograman PHP gimana caranya?

    ReplyDelete
    Replies
    1. blank

      bisa gan, silahkan hubungi nomer di menu about

      Delete
  28. blank

    hubungi admin di wa 081939392044 jika tidak bisa download file aplikasi

    ReplyDelete
  29. 431666_460030467380457_960587686_n

    kak untuk hasil yang diperoleh dari V1 seharusnya 0,63725 tapi kenapa disitu tertulisnya 0,7385

    ReplyDelete
  30. blank

    Link program nya harus minta akses, open dong bang

    ReplyDelete